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ln(e)
1
ln(1)
0
ln(xy)
lnx + lny
ln(x/y)
lnx - lny
ln(1/x)
-lnx
ln(x^a)
alnx
ln(e^x)
x
e^lnx
x
logₐx
lnx/lna
2³ * 2²
2^5
2^8 + 2^8
2(2^8)
2^9/2^10
2^-1
(2^5)³
2^15
(3^7)^-9
3^-63
(2×9)^100
2^100 × 9^100
x³/√x
x^(3/2)
log(2)8
= 3
log(4)64 = x
x= 3
log = base?
10
ln = base?
e
A^b = c
logₐc = b
logₐc + logₐb =
logₐ(c * b)
log(2)8 + log(2)32 =
log(2) (8×32)
logₐc - logₐb =
logₐ(c/b)
B * logₐc
logₐ(c^B)
logₐc
log(10) C / log(10) A
Logarithm definition
inverse of taking the exponent of something